K. Matsumoto

Publications11
h-index2
Citations14
Highly Influential Citations1
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  • Publications
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Evolution of a key trait greatly affects underground community assembly process through habitat adaptation in earthworms
Abstract Underground community assemblies have not been studied well compared with aboveground communities, despite their importance for our understanding of whole ecosystems. To investigate… Expand
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  • 1
The occurrence and function of the sphragis in the zerynthiine genera Zerynthia, Allancastria and Bhutanitis (Lepidoptera: Papilionoidea: Papilionidae)
ABSTRACT In some butterfly species males attach a large external mating plug termed a sphragis to the female abdomen during mating. This is derived from male accessory secretions and covers the… Expand
  • 2
Remarkable drag reduction in non-affine viscoelastic turbulent flows
We carry out a direct numerical simulation (DNS) study which aims to reveal the mechanism of turbulence drag reduction (DR) in polymer diluted flows. The polymer chains are modeled as elastic… Expand
  • 6
Marked drag reduction in non-affine viscoelastic turbulence in homogeneous isotropic and pipe flows
Effect of non-affinity of the molecular motions to the macroscopic deformation in the polymer-diluted flow on turbulent drag reduction (DR) is studied using the DNS data for homogeneous isotropic… Expand
  • 1
Low-Temperature and High-Efficiency Material Processings Using Supersonic Plasma Jets in Thermodynamical and Chemical Nonequilibrium State
Stress analysis of a distal radius fracture assuming a falling accident
Biomechanical study of total elbow arthroplasty: -Evaluating stress in bone tissues around a stem by an individual FE model-@@@-個体別モデルによるステム周辺の応力評価-
Biomechanical study of total elbow arthroplasty: -Evaluation of mechanical states of bone tissues around a stem by patient-specific finite element analysis-
Study on the turbulent drag-reduction mechanism based on the analysis of viscoelastic normal-stress differences
Normal stress difference and drag reduction mechanism in Johnson-Segalman viscoelastic turbulence